Abstract

Fin efficiency, as a measure of the effectiveness of the heat transfer enhancement, is of great importance in studying the heat transfer performance of H-type finned tube banks. The fin efficiency of square fins is adopted by most researchers as an alternative to that of H-type fins, which can create certain errors in the fin efficiency of H-type fins. For this paper, the linear nomograms and fitting formulae of fin efficiency of H-type fins are obtained by the definition method of fin efficiency based on numerous numerical simulations, and the results calculated by this method are verified by experimental data. On this basis, the effects of three geometric parameters (slit width, fin height, and fin thickness) and two thermal parameters (surface heat transfer coefficient and fin thermal conductivity) on the fin efficiency of H-type fins are also investigated and compared to those of square fins. The results indicate that the fin efficiency of H-type fins increases with the increment of fin thickness and thermal conductivity, and decreases with the increase of slit width, fin height, and surface heat transfer coefficient. Accordingly, the linear nomograms and fitting formulae for the fin efficiency of H-type fins, which are well compatible with experimental data, can help to facilitate further theoretical research and engineering application.

Highlights

  • Academic Editor: Dmitry EskinThe rational utilization of energy has become the great concern of the industry development all over the world, which puts forward the requirement of fortified heat exchange in the process of residual-heat utilization for the purpose of energy conservation and economic efficiency

  • The results shown in Figure indicate that the fin efficiency of hardly varies with results shown in Figure 4 indicate that the fin efficiency of H-type fins hardly varies with tube diameters

  • It can seen that compared thefin finefficiency efficiency of the average deviations of the fin efficiency of the square fins calculated of H-type fins, the average deviations of the fin efficiency of the square fins calculated from from the former nomogram and numerical simulations arethan more the former

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Summary

A Convenient Method for the Accurate Calculation of Fin

Citation: Feng, Y.; Wu, X.; Liang, C.; Abstract: Fin efficiency, as a measure of the effectiveness of the heat transfer enhancement, is of great importance in studying the heat transfer performance of H-type finned tube banks. The fin efficiency of square fins is adopted by most researchers as an alternative to that of H-type fins, which can create certain errors in the fin efficiency of H-type fins. For this paper, the linear nomograms and fitting formulae of fin efficiency of H-type fins are obtained by the definition method of fin efficiency based on numerous numerical simulations, and the results calculated by this method are verified by experimental data. On this basis, the effects of three geometric parameters (slit width, fin height, and fin thickness) and two thermal parameters (surface heat transfer coefficient and fin thermal conductivity) on the fin efficiency of H-type fins are also investigated and compared to those of square fins. The results indicate that the fin efficiency of H-type fins increases with the increment of fin thickness and thermal conductivity, and decreases with the increase of slit width, fin height, and surface heat transfer coefficient. Accordingly, the linear nomograms and fitting formulae for the fin efficiency of H-type fins, which are well compatible with experimental data, can help to facilitate further theoretical research and engineering application. Keywords: H-type fins; heat transfer; fin efficiency; linear nomograms; fitting formulae of H-Type Fins Based on Linear Nomograms and Fitting Formulae.

Introduction
Physical Model
Governing Equations
Data Reduction
Grid Independency
Discussion
Influence of three diameters do on the fin efficiency of H-type f
The Effect of Slit Width
The Effect of Fin Height
Influence
10. Influence
The Effect of Fin Thickness
The Effect of Fin Thermal Conductivity
Conclusions
Full Text
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